Created By : Abhinandan Kumar

Reviewed By : Rajashekhar Valipishetty

Last Updated : May 30, 2023


Enter the value of Length(l)

Enter the value of Width(w)

Enter the value of Height(h)


Volume of a Pyramid length 26 meters by width 78 m by height 65 m is 43940.0 meters3

The Volume of a Pyramid is equal to the 1/3 times length(1) times the width(w) times the height(h). If the Pyramid has a length 26 meters by width 78 m by height 65 m is 43940.0 meters3.


    Volume of Cone 26 m by 78 m by 65 m in other units

Value unit
43.94 km3
27.303118 mi3
43940.0 m3
144160.1049869 ft3
1729921.2598425 in3
48053.368329 yd3
4394000.0 cm3
43940000.0 mm3

Steps:

The volume of a pyramid is equal to $1\above 1pt3$ *length * width * height

Substitute the values of the length l = 26 m , the width w = 78 m , and the height h = 65 m into the formula

$1\above 1pt3$ * (26 m * 78 m * 65 m)

Multiply 26 m and 78 m

$1\above 1pt3$ * 2028.0 m2 * 65 m

Multiply 2028.0 m2 and 65 m

Divide 131820.0 m by number 3

Volume = 43940.0 m3

∴ Volume of a Pyramid length 26 m , width 78 m and height 65 m is 43940.0 m2